This book is part of a book series called Essential Mathematics .
There are 216 pages in this book. This book was published 2003 by Cambridge University Press .
Dr. Michael Evans writes a health column for Canada's "Globe and Mail" and is an associate professor at the University of Toronto and a staff physician at Toronto Western Hospital. Dr Michael Evans is Head of Mathematics at Scotch College and also actively involved in the Victorian Curriculum and Assessment Authority. His interest in mathematics extends to the Mathematics Olympiad Team. David Greenwood teaches at Scotch College and has special expertise in the creative use of graphics calculators. Professor Peter Jones from Swinburne University has taken a keen interest in secondary school mathematics and has also had a key role in the development of the new course of study. Dr Kay Lipson's experience extends through secondary and tertiary courses. She is currently a lecturer in statistics at Swinburne University.
This book has the following chapters: Introduction; 1. Introduction to graphics calculators: 1. 1 Introduction to 'Arithmetic', 1. 2 Graphing and the use of the ZOOM menu, 1. 3 Introduction to Solve and Solver, 1. 4 Introduction to lists; 2. Graphics calculators for the middle school: 2. 1 Substitution, 2. 2 Solving equations and simultaneous equations graphically, 2. 3 Linear relations, 2. 4 Some new relations, 2. 5 Quadratic functions, 2. 6 Tables of values, 2. 7 Families of curves, 2. 8 Probability and Counting, 2. 9 Variation, 2. 10 Univariate statistics; 3. Programming with a graphics calculator: 3. 1 Introduction, 3. 2 Getting started, 3. 3 The PROGRAM menu, 3. 4 Assignment statements, 3. 5 Input and Output statements, 3. 6 For( #$ creating an incrementing loop, 3. 7 If statements and the TEST menu, 3. 8 If . Then . Else . End, 3. 9 More output commands, 3. 10 Use of lists, 3. 11 Conditional loops, 3. 12 Nested loops, 3. 13 Branching, 3. 14 Management of programs; 4. Graphics calculators for the senior school: 4. 1 Sequences and series, 4. 2 Transformations and two new functions, 4. 3 Bivariate statistics, 4. 4 Matrices, 4. 5 Complex numbers, 4. 6 Parametric equations to specify curves, 4. 7 Vectors, 4. 8 Differential calculus, 4. 9 Integration, 4. 10 Polynomials, 4. 11 Using Solver with mechanics, 4. 12 Probability distributions; 5. Microsoft Excel: 5. 1 Introduction to Excel, 5. 2 Use of formula, 5. 3 Use of Fill Down, 5. 4 Graphing, 5. 5 Mathematical functions, 5. 6 Logical functions, 5. 7 Numerical solutions of equations, 5. 8 Statistics, 5. 9 Visual Basic; Appendix A; Appendix B; 6. Mathematica: 6. 1 Introduction to Mathematica, 6. 2 Arithmetic (numerical calculations), 6. 3 Algebraic calculations, 6. 4 Solving equations, 6. 5 Numerical solutions of equations, 6. 6 Functions, 6. 7 Graphing, 6. 8 Calculus; 7. Using a Computer Algebra Systems Calculator: 7. 1 Introduction, 7. 2 Using the algebra menu (F2), 7. 3 Operations in the calculus menu (F3), 7. 4 Defining functions , 7. 5 Graphing functions, 7. 6 Numeric solver, 7. 7 Trigonometric functions, 7. 8 Use of lists and matrices; 8. Cabri Geometry: 8. 1 Getting started, 8. 2 Drawing versus construction, 8. 3 Macro construction, 8. 4 Animation, 8. 5 Parallel lines, 8. 6 Pythagoras' theorem, 8. 7 Angle sum in a triangle, 8. 8 Angles in a circle, 8. 9 The parabola and quadratic relations, 8. 10 Trigonometric relations; 9. Geometer's Sketchpad: 9. 1 Getting started, 9. 2 Construction, 9. 3 Scripts, 9. 4 Animation#$ Trace and Locus, 9. 5 Linear Relations, 9. 6 Investigation of relations-fixed perimeter rectangles, 9. 7 Enlargement using a slider; Answers to Chapters 1#$ 2 and 3.
This book is in the following series:
